Sentence examples for apply a matrix of from inspiring English sources

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Specifically, we apply a matrix of means and standard deviations from the complete Iceland data.

We propose to apply a matrix of optoelectronic sensors embedded in a thin and compliant silicone bulk onto the user-robot contact surface.

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In each successive cycle we applied a matrix of transitional probabilities to determine possible transitions from each stage.

In this work, we apply a Matrix version of the so-called Discrete Empirical Interpolation (MDEIM) for the efficient reduction of nonaffine parametrized systems arising from the discretization of linear partial differential equations.

These predictions are then made specific for individual sites (wind farms) by applying a matrix generated by the submodels of WASP (Wind Atlas Application and Analysis Program).

Factor analysis was applied to a matrix of 110 samples (55 in each season) and 21 water components collected and analysed during 1997 and 1998 to find out the main influences on seasonal changes in the trivalent and hexavalent chromium loading in groundwater.

end{aligned}Because a change of frame occurs by applying an invertible matrix of holomorphic functions, the operator (bar{partial }) is well-defined, and maps sections of (E) to sections of (T^{0,1*}_X otimes E).

with R b 2 = x b 2 + y b 2. The weighting matrix W' is given by: W ′ = diag 1 σ η 2 4, …, 1 σ η B 4. Both, the TSA and the WLS method, apply a weighting matrix that contains the variances of the pseudo-range errors.

Table 1 establishes the fact that the sensitivity of the electrode applying Ag@BSA nanoflower as a matrix of immunosensor is comparable to the other recently reported label-free bacterial sensors (references [18 24]).

X- and Y-axis represent two-dimensional space derived by applying multidimensional scaling to a matrix of the GO terms' semantic similarities.

For a multivariate, multistrain decomposition involving design matrix D = (d1, … ,  d n T, we apply a property of the hat matrix, P = D[ DT D]−1 DT, which is also known as a "projection" matrix, to decompose the sum-of-squared prediction error into modeled components and noise (Neter et al. 1996).

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